Beginner
    15 min

    Guitar Chord Theory: How Every Chord Is Built (Beginner-Friendly)

    How every guitar chord is built, in plain English. Triads, 7th chords, sus, add9, extensions — with the interval formulas that work for every key. No music degree required.

    Most guitarists learn chords by shape—copy a diagram, move your fingers, done. That works for a while. But when you understand how chords are actually built, everything clicks: why certain chords go together, what "add9" means, why a G7 wants to resolve to C, how to build any chord anywhere on the fretboard.

    Chord theory isn't complicated. You just need a few building blocks, and this guide walks you through all of them—from basic triads to extended chords—with guitar-focused examples throughout.

    Chord formulas at a glance

    • Major = Root + Major 3rd + Perfect 5th
    • Minor = Root + Minor 3rd + Perfect 5th
    • Dominant 7th = Major + Minor 7th (e.g. G7)
    • Major 7th = Major + Major 7th (e.g. Cmaj7)
    • Minor 7th = Minor + Minor 7th (e.g. Dm7)
    • Suspended 4 = Major with the 3rd replaced by the 4th
    • Add9 = Major + the 9th (no 7th)
    • Power chord = Root + Perfect 5th (no 3rd)

    Every chord on the fretboard is one of these formulas applied to a different root note. The rest of this guide explains why each formula sounds the way it does.

    The Foundation: Intervals

    Before chords, you need to understand intervals—the distance between two notes. On guitar, intervals are measured in semitones (frets). Moving one fret = one semitone.

    Interval NameSemitonesExample (from C)
    Unison (root)0C → C
    Minor 2nd1C → C#
    Major 2nd2C → D
    Minor 3rd3C → Eb
    Major 3rd4C → E
    Perfect 4th5C → F
    Tritone6C → F#
    Perfect 5th7C → G
    Minor 6th8C → Ab
    Major 6th9C → A
    Minor 7th10C → Bb
    Major 7th11C → B
    Octave12C → C (higher)

    The most important intervals for building chords are the 3rd and the 5th. Together with the root, they form a triad—the basic building block of all chords.

    Triads: The Foundation of All Chords

    A triad is a three-note chord built from stacked thirds. There are four types:

    Major Triad — Formula: 1 – 3 – 5

    Built with a root, major 3rd (4 semitones), and perfect 5th (7 semitones). Sound: bright, happy, stable.

    C Major = C – E – G
    G Major = G – B – D
    D Major = D – F# – A

    Minor Triad — Formula: 1 – ♭3 – 5

    Same as major, but the 3rd is lowered by one semitone (minor 3rd = 3 semitones). Sound: dark, sad, emotional.

    C Minor = C – Eb – G
    A Minor = A – C – E
    E Minor = E – G – B

    Diminished Triad — Formula: 1 – ♭3 – ♭5

    Both the 3rd and 5th are lowered. Sound: tense, unstable, unsettling.

    B Diminished = B – D – F
    C Diminished = C – Eb – Gb

    Augmented Triad — Formula: 1 – 3 – #5

    Major 3rd, but the 5th is raised one semitone. Sound: mysterious, tense, dreamlike.

    C Augmented = C – E – G#
    G Augmented = G – B – D#

    The Critical Difference: Major vs Minor

    The distinction between major and minor comes entirely from one note—the 3rd. Compare:

    A Major = A – C# – E   (major 3rd: C#)
    A Minor = A – C  – E   (minor 3rd: C)
    
    The only difference: C# vs C

    This is why the same chord shape moved up or down a fret can dramatically change the sound. The 3rd is the emotional "colour" of the chord.

    Power Chords: 1 – 5 (No 3rd)

    Power chords omit the 3rd entirely, containing only the root and perfect 5th. This makes them neither major nor minor—they sound powerful and work over any scale.

    E5 = E – B   (open E string + 2nd fret A string)
    A5 = A – E   (open A string + 2nd fret D string)

    Power chords cut through distortion cleanly, which is why they dominate rock and metal. Learn more in our power chords guide.

    Suspended Chords: Replacing the 3rd

    Instead of removing the 3rd, suspended chords replace it with a 2nd or 4th—creating tension that "wants to resolve."

    Sus2 — Formula: 1 – 2 – 5

    Dsus2 = D – E – A
    e|--0--|
    B|--3--|
    G|--2--|
    D|--0--|
    A|-----|
    E|-----|

    Sus4 — Formula: 1 – 4 – 5

    Dsus4 = D – G – A
    e|--3--|
    B|--3--|
    G|--2--|
    D|--0--|
    A|-----|
    E|-----|

    Sus chords are common in pop songwriting. A classic move: Dsus4 → D, which sounds like a chord "arriving home."

    Hear Sus Chords in Action: Dsus4 → D → Dsus2 → D

    Dsus4DDsus2D

    Adding the 7th: Beyond Basic Triads

    Add a 7th above the triad and you open up a whole new world of color. There are four main types of 7th chords:

    Chord TypeFormulaExampleSound
    Major 7th (maj7)1 – 3 – 5 – 7Cmaj7Smooth, dreamy, jazz
    Dominant 7th (7)1 – 3 – 5 – ♭7G7Tense, bluesy, pulls to I
    Minor 7th (m7)1 – ♭3 – 5 – ♭7Am7Mellow, soulful, jazz/R&B
    Half-diminished (m7♭5)1 – ♭3 – ♭5 – ♭7Bm7♭5Dark, tense, jazz

    The Dominant 7th: Most Important Chord in Harmony

    The dominant 7th chord (e.g. G7) creates the strongest pull in Western music. It contains a tritone (the most dissonant interval) between its 3rd and 7th, which desperately wants to resolve.

    G7 = G – B – D – F
         ↑           ↑
         3rd (B) and ♭7th (F) = tritone tension

    Hear the Dominant Resolution: G7 → C

    G7C

    This V7→I resolution is the engine behind blues, jazz, classical cadences, and most Western pop.

    Extended Chords: 9ths, 11ths, 13ths

    Extensions continue stacking thirds above the 7th. On guitar, you often omit certain notes (usually the 5th) to keep the shape playable.

    9th Chords — Adding the 9th (= 2nd, one octave up)

    Cmaj9  = C – E – G – B – D   (1–3–5–7–9)
    C9     = C – E – G – Bb – D  (dominant 9th)
    Cm9    = C – Eb – G – Bb – D (minor 9th)

    Add Chords — Extension Without the 7th

    "Add" means add the note without including all the 7th chord layers. Common in pop:

    Cadd9  = C – E – G – D   (no 7th — brighter than C9)
    Gadd9  = G – B – D – A   (very common in pop)

    Hear Add9 Chords: Gadd9 → Cadd9 → Dsus4 → D

    Gadd9Cadd9Dsus4D

    Diatonic Chords: How Chords Fit Into Keys

    Every major key has 7 diatonic chords—one built on each scale degree. These chords all share the same notes as the scale, so they naturally sound good together.

    The pattern is always the same regardless of key:

    Scale Degree:  I      ii     iii    IV     V      vi     vii°
    Chord Type:    Major  minor  minor  Major  Major  minor  dim
    
    Key of C:      C      Dm     Em     F      G      Am     Bdim
    Key of G:      G      Am     Bm     C      D      Em     F#dim
    Key of D:      D      Em     F#m    G      A      Bm     C#dim

    The Roman numeral system tells you the function of each chord. I, IV, and V are major. ii, iii, and vi are minor. vii° is diminished.

    Classic I–IV–V–I in C: C – F – G – C

    CFGC

    I–V–vi–IV (The Pop Progression): C – G – Am – F

    CGAmF

    Secondary Dominants: Borrowing Tension

    You can create a dominant 7th chord targeting any chord in the key, not just the I chord. This is called a secondary dominant.

    In C major:
    V7/V  = D7  (dominant of G — adds tension before G)
    V7/ii = A7  (dominant of Dm — pulls strongly to Dm)
    V7/vi = E7  (dominant of Am — common in pop/jazz)

    Secondary Dominant: C – A7 – Dm – G7 – C

    CA7DmG7C

    Chord Inversions

    A chord doesn't have to have its root as the lowest note. Changing the bass note creates an inversion:

    C Major (root position): C – E – G  (C is bass)
    C/E (1st inversion):     E – G – C  (E is bass)
    C/G (2nd inversion):     G – C – E  (G is bass)
    
    Written as "slash chords": C/E, C/G

    Inversions create smooth bass lines and voice leading. The classic descending bass line uses inversions:

    C – C/B – Am – Am/G – F – G – C
    (bass: C – B – A – G – F – G – C)

    Descending Bass Line with Inversions

    CAmFG

    Quick Reference: Chord Formulas

    Chord SymbolFull NameFormula
    CMajor1 – 3 – 5
    CmMinor1 – ♭3 – 5
    C5Power Chord1 – 5
    CdimDiminished1 – ♭3 – ♭5
    CaugAugmented1 – 3 – #5
    Csus2Suspended 2nd1 – 2 – 5
    Csus4Suspended 4th1 – 4 – 5
    Cmaj7Major 7th1 – 3 – 5 – 7
    C7Dominant 7th1 – 3 – 5 – ♭7
    Cm7Minor 7th1 – ♭3 – 5 – ♭7
    Cadd9Add 91 – 3 – 5 – 9
    C9Dominant 9th1 – 3 – 5 – ♭7 – 9
    Cmaj9Major 9th1 – 3 – 5 – 7 – 9
    Cm9Minor 9th1 – ♭3 – 5 – ♭7 – 9

    Putting It Into Practice

    Here's how to apply chord theory to your playing right now:

    1. Pick any chord you know — find its root, 3rd, and 5th on the fretboard
    2. Lower the 3rd one fret — hear how it shifts from major to minor
    3. Add the 7th — on the next string, find the note 10 or 11 semitones from the root
    4. Build your own chord — find any root, stack the intervals above it
    5. Analyze songs you love — identify the chord type and why it sounds the way it does

    The fretboard becomes a much more logical place once you see chords as interval patterns rather than memorized shapes. The same formula works in every key, every position.

    Next Steps

    Now that you understand how chords are built, explore:

    Frequently Asked Questions

    Related Guides

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